Calculate your multi-asset diversified portfolio's weighted compound annual growth rate (CAGR) and holding allocations.
Overall Portfolio CAGR
Total Buy Cost
₹4,50,000
Weighted Tenure
3.1 Yrs
Current Value
₹7,15,000
Absolute Return
+₹2,65,000
Difference in value
Absolute Gain %
+58.89%
Yield on aggregate cost
| Asset Class | Weight | Tenure | Buy Cost | Current Value | CAGR |
|---|---|---|---|---|---|
| Large Cap Equities | 44.4% | 4 Years | ₹2,00,000 | ₹3,20,000 | 12.47% |
| Mid/Small Cap Stock Pool | 22.2% | 3 Years | ₹1,00,000 | ₹2,10,000 | 28.06% |
| Debt / Fixed Income Mutual | 33.3% | 2 Years | ₹1,50,000 | ₹1,85,000 | 11.06% |
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A portfolio CAGR calculator is an advanced asset management tool that solves for the overall compound annual growth rate of a diversified investment portfolio. A simple average of individual asset CAGRs is mathematically incorrect because it ignores the capital weights of each asset and their varying holding durations.
Our calculator solves this by performing a weighted aggregate analysis, mapping purchase costs, current valuations, and holding tenures for up to 6 different asset classes.
Follow these steps to analyze your diversified portfolio performance:
To determine the true aggregate portfolio performance, we compute a weighted holding duration and solve for the geometric compound rate:
Weighted Tenure = Sum(Tenure_i * Buy Value_i) / Sum(Buy Value_i)
Total Portfolio CAGR = [ (Sum(Current Value_i) / Sum(Buy Value_i)) ^ (1 / Weighted Tenure) - 1 ] * 100
Asset CAGR = [ (Current Value_i / Buy Value_i) ^ (1 / Tenure_i) - 1 ] * 100
Asset Weight % = (Buy Value_i / Sum(Buy Value_i)) * 100
This weighted approach makes larger holdings contribute proportionately to overall portfolio returns, while smaller high-return positions do not distort your actual aggregate CAGR.
When building a diversified portfolio, understanding historical compound annual growth rate ranges across different asset classes helps set realistic expectations. The table below shows broad long-term CAGR ranges often used for planning in India:
| Asset Class | Typical CAGR Range | Volatility Level | Recommended Horizon | Primary Purpose in Portfolio |
|---|---|---|---|---|
| Large-Cap Equities | 12% - 14% | Moderate to High | 5+ Years | Wealth compounding with blue-chip stability |
| Mid & Small-Cap Equities | 15% - 18% | Very High | 7+ Years | Aggressive capital appreciation |
| Debt Mutual Funds / FDs | 6% - 7.5% | Low | 1 - 3 Years | Capital preservation and liquidity |
| Physical / Sovereign Gold | 8% - 10% | Moderate | 5+ Years | Inflation hedge and systemic risk insurance |
| Real Estate (Residential) | 5% - 8% | Low (Illiquid) | 10+ Years | Generational asset building and rental income |
To maintain a healthy, high-compounding portfolio without taking on excessive catastrophic risk, adopt these professional E-E-A-T guidelines:
If you have ₹90,000 in a debt fund yielding a 6% CAGR and ₹10,000 in a small-cap stock yielding a 40% CAGR, a simple average suggests a 23% CAGR. However, your actual portfolio is dominated by the debt fund, resulting in a true weighted return of only 9.4%.
Different asset classes carry varying risk-return profiles. Equities offer high CAGR potential but with high volatility, while bonds and cash offer lower CAGR but provide portfolio stability. A healthy asset allocation optimizes portfolio CAGR relative to your risk tolerance.
CAGR (Compound Annual Growth Rate) measures the return of an investment from a single start point to an end point. It assumes no cash inflows or outflows in between. XIRR (Extended Internal Rate of Return) is used when there are multiple, irregular cash flows (like monthly SIPs or intermittent stock purchases) occurring at different points in time.
CAGR is a smoothed average rate of annual growth. For short periods, such as less than 3 years, CAGR can be misleading because equity market cycles can cause sharp temporary spikes or drawdowns. CAGR is more useful over longer horizons of 5 to 10+ years.
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